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MAGNET: Manifold-Aware Graph Diffusion Network for Connectome Generation

NeurIPS 2026 · Graph learning › Graph self-supervised learning · approach: Diffusion-based graph generation

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Proposes MAGNET, a graph-transformer diffusion model over a normalized-Cholesky correlation-matrix chart with class-anchored subtype conditioning, an amortized structural bridge, and relevance-preserving corruption, for class-conditional functional connectome generation.

Problem

Generating functional connectomes that are both valid correlation matrices and faithful to class-conditional structure, where coarse binary labels collapse heterogeneous subpopulations and standard validity-preserving generators average across modes.

Approach

Combines a validity-guaranteeing normalized-Cholesky chart with an ROI-token transformer denoiser, and adds three controllers (GMM subtype tokens, a distilled bridge predictor giving structural summaries per step, and condition-adaptive anisotropic noise) to recover class-conditional support under few-step DDIM sampling.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: ABIDE ADNI OASIS-3

Benchmarks: ABIDE ADNI OASIS-3 AAL116 CC200

Metrics: alpha-precision beta-recall alpha,beta-F1 ROC-AUC F1 lambda-MSE sampling time

Baselines: DiffeoCFM DiffeoGauss TriangCFM TriangDDPM GDSS-proj

Builds on: DiffeoCFM DDIM min-SNR loss weighting classifier-free guidance GDSS

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